Takamasa Sugiura1, Shuhei Nitta1, Taichiro Shiodera1, Yuko Hara1, Yasunori Taguchi1, Tomoyuki Takeguchi1, Takuya Fujimaki2, Kensuke Shinoda2, Hiroshi Takai2, and Ayako Ninomiya2
1TOSHIBA CORPORATION, Kawasaki, Japan, 2TOSHIBA MEDICAL SYSTEMS CORPORATION, Otawara, Japan
Synopsis
We propose an improved automatic slice positioning
algorithm for knee MR which combines conventional machine-learning based
landmark detection with advanced image processing techniques. Conventional slice
positioning methods determine the diagnostic slice center and orientation by detecting
anatomical landmarks in the scout image. However, computing slice positions
from landmarks can be inadequate since landmarks vary across patients and can
be cut-off from scout images. Here, we use not only landmark detection but also
image processing based contour detection of the femoral condyle and angle
estimation of the femur and tibia to enable slice positioning for a wider range
of scout images.PURPOSE
Knee MR imaging is indispensable for the diagnosis of ligament tears and meniscal injuries. However, manual knee MR slice positioning is time-consuming and has poor reproducibility for follow-up studies.
Previous studies reported automatic slice positioning algorithms based on anatomical landmark detection in rough 3D scout images1,2. The Active shape model based method1 detects landmarks by accounting for the appearance of the femur and tibia; however, it is not robust to severe artifacts. Zhan’s method2 improves landmark detection robustness by using a redundant and hierarchical learning method; however, these landmarks do not necessarily yield desired slice positions due to inter-patient variability. For an MR slice positioning centered on the femoral condyle in a sagittal plan in the left-right direction (Fig. 1A-a), the desired slice positioning (yellow FOV) may not agree with anatomical landmarks, as landmarks are not necessarily equivalent to FOV tangent points. For an MR slice positioning based on the angles of the femur and tibia (Fig. 1B-s), at least two landmark points must be detected per bone; however, 3D scout image coverage varies from scan to scan, especially in the head-foot direction, so that landmarks may be cut-off. For these reasons, methods which are entirely dependent on anatomical landmark detection are not robust.
Hence, we propose an automatic slice positioning algorithm using not only machine-learning based anatomical landmark detection, but also image processing based femoral contour detection and bone angle estimation. Our proposed method can accurately, quickly and reproducibly position knee MR.
METHODS
Data
acquisition
3D
fast field echo (FFE) scout images covering both the left and right knee were
acquired from 50 healthy volunteers using 3T MRI scanner with FOV = 500mm x 500mm
x 160mm in less than 25 seconds.
Data
processing
The
proposed method consists of three steps: target knee detection, anatomical
landmark detection and image processing. First, the target knee is extracted using
discriminant analysis from the scout image which includes both knees.
Then, anatomical
landmarks are detected using extremely randomized trees method3 which is fast with high performance of classification. Positional
relationship between landmarks is used to improve robustness against image
artifacts. Representative landmarks are shown in Fig. 2. Detected landmarks are used
in subsequent image processing.
Finally, image processing is applied to yield final
slice positioning. For slice positioning in the sagittal plan, the femoral
condyle contour is detected by solving the shortest path problem between landmarks.
The cost of path is defined by image intensity and gradients. The slice positioning
center in the left-right direction is calculated as the center of the rectangle bounding the computed contours.
For slice positioning based on femur and tibia angles, an energy maximization
function is used to independently estimate angles for each bone. For femur
angle estimation, the energy $$$E(\theta)$$$ inside a local region $$${\bf
R}(\theta)$$$ just above the detected femoral center point is calculated. The
local region $$${\bf R}(\theta)$$$ can be at any angle $$$\theta$$$ from the
femoral center point. The energy function is
$$E(\theta)=\sum_{{\bf
R}(\theta)}I_{mag}\cos(2(I_{dir}-(\theta+90))),$$ where $$$I_{mag}$$$ and $$$I_{dir}$$$ denotes the magnitude
and direction of the intensity gradient inside the local region $$${\bf R}(\theta)$$$, respectively. Energy is maximized so
that the femur direction and intensity gradient are normal. The tibia angle is
estimated in a similar manner using the detected tibial center point.
RESULTS and DISCUSSION
Our experiments uses 50 scout images (34 for training, 16 for testing). Ground truths were based on three technologists. To evaluate the proposed automatic slice positioning algorithm, we compared inter- technologist error with computed errors. Mean and standard deviation of translational and rotational errors are shown in Fig. 3. The processing time was approximately 1.0 seconds on a 3.5 GHz CPU. Our method achieved an accuracy comparable to inter- technologist errors while maintaining faster processing time than previous methods ([1]: 15sec and [2]: 5sec for different datasets, slice positioning and CPUs).
Additionally, to evaluate intra-patient reproducibility, 6 volunteers were scanned multiple times and slice positioning results were compared. Figure 4 shows that our method can yield consistent intra-patient slice positioning regardless of scan-to-scan variations (Fig. 4, Scan A vs. B).
CONCLUSION
We proposed an automatic knee MR slice positioning algorithm
using machine-learning based landmark detection combined with image processing
based methods, such as femoral contour detection and angle estimation of the femur
and tibia. Experimental results showed that our method was accurate, fast and
reproducible, with potential benefits for technologists, doctors and patients
by improving examination workflow.
Acknowledgements
No acknowledgement found.References
1.
Daniel B, Vladmir P, Stewart Y, et al. Automated Planning of MRI Scans of Knee
Joints. Proc. of SPIE 2007;6509.
2.
Yiqiang Z, Maneesh D, Martin H, et al. Robust Automatic Knee MR Slice
Positioning Through Redundant and Hierarchical Anatomy Detection. IEEE Trans
Med Imaging. 2011;30(12):2087-2100.
3.
Pierre G, Damien E, Louis W. Extremely randomized trees. Machine Learning.
2006;63(1):3-42.